Some SNCC workers such as Stokely Carmichael challenged Bob Moses’s 1964 Summer Project because it __________
A) would require a federal response that was beyond the political will of the Johnson administration
B) would undermine the development of self-reliant local black leadership
C) failed to account for the direct action tactics that had been so successful for SNCC in the past
D) ignored the strategies and tactics of older groups like the NAACP
Answer: B
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
What were the factors promoting the rise of nationalism in Western Europe during the 19thcentury? Discuss, and give specific examples.
What will be an ideal response?
Which of the following most accurately describes southern agriculture after the Civil War?
A) Every adult male ex-slave was given forty acres and a mule. B) Both output and productivity declined dramatically. C) "Sharecropping" was outlawed. D) Tobacco replaced cotton as the most valuable crop.
Adam Smith worked in what field?
A) economics B) astronomy C) botany D) physics